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lord [1]
3 years ago
8

PLLLLZZZZZZ EXPLAIN AND HELP...

Law
1 answer:
OverLord2011 [107]3 years ago
3 0

Answer:

In case of confederation, majority of the powers lie within the state government

Explanation:

In case of federal government, power is shared between the central and state governments but the central government/national government is the supreme and has the final authority.

In case of confederation, majority of the powers lie within the state jurisdiction and a central body is the one which is appointed by the  member states. This central body is a weak body as it do not have much rights.

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Pre Algebra
JulijaS [17]

Question:

Use the formulas below to find the surface area and volume of the cube, sphere, and cylinder “ice cubes”.

“Ice cube” measurements:

• Cube:  s = 3 cm  

• Sphere:  r = 1 cm

• Cylinder:  r = 2 cm and h= 3 cm

Note: After you find the surface area and volume of each shape, divide the surface area by the volume to find the surface area to volume ratio expressed as a single number.  This should go in the last column.

Answer:

<em><u>Cube: </u></em>

Surface area =  6s^2

Surface area  =  6 (3)(3)

Surface area =  54 cm^2

Volume =  s^3

Volume  =(3)^3

Volume  =27 cm^3

Surface Area to Volume Ratio = \frac{54}{27} = \frac{2}{1} = 2:1

<u><em>Sphere:</em></u>

Surface area =  4\pi r^2

Surface area  =  4 \pi (1)(1)

Surface area =  12.566cm^2

Surface area =  13 cm^2 (rounding off )

Volume =  \frac{4}{3} \pi r^3

Volume  =\frac{4}{3} \pi (1)^3

Volume  =4.188 cm^3

Volume  = 4 cm^3 (rounding off )

Surface Area to Volume Ratio =\frac{13}{4} = 13  : 1

<em><u>Cylinder:</u></em>

Surface Area = 2\pi r^2 + 2 \pi rh

Surface Area  =  2\pi (2)^2 + 2 \pi (2)(3)

Surface Area  =  2\pi (4) + 2 \pi (6)

Surface Area  =  8 \pi  + 12 \pi

Surface Area =  20 \pi

Surface Area  =  62.83 cm^2

Surface area = 63 cm^2 (rounding off )

Volume  =  \pi r^2 h

Volume   = \pi (2)^2 (3)

Volume  =  \pi (4) (3)

Volume  = 12 \pi

Volume  =  37 .699

Volume  =  38 cm^3

Surface Area to Volume Ratio = \frac{63}{38}  =  68 : 38

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